Category Archives: History of Science

Quo Vadis, Materialism? Nowhere, It Seems…

I mentor a few young philosophers; which basically means young readers of philosophy pester me for answers, and I annoy them with corrective questions.  Occasionally, I do give them something like an answer, but it is mostly for the purposes of spiking their silly ideas into the sand, causing their thought process to begin again fresh, humbled.  Socrates’ modus operandi may have been likewise inspired.  The question I’m going to address has been posed to me in a variety of different ways, and I’m not quite sure how to best reformulate the question.  I think it would be approximately accurate to recast the question as follows:  Isn’t there an issue with the fact that “matter” seems to be a metaphysical concept, yet it is referred to as a physical entity?  Another way of asking the question might be: Why would a scientist hold a materialistic worldview in conjunction with their scientific perspective, if materialism is a philosophical presupposition that is grounded metaphysics?  The concern I’m faced with, in these young students, is that, in their philosophical reading from ancient times onward and their penchant for popular scientific literature, they are detecting that there is no necessary connection between scientific theories and practices, on the one hand, and a materialistic worldview, on the other.  I’m torn on the matter of expressing my thoughts when they are struggling with ideas, because they are vulnerable, perhaps even liable, to commit an argumentum ad verecundiam, as if I know what I’m talking about.

 

A short response is satisfactory for now, I think, and for good reason.  The reason is this: having discussed the concept of what “matter” is with philosophers and scientists over hundreds of hours, it is clear to me that none of them know what they mean by word.  Actually, I know what they want to mean, rather, but the problem is that, once brought to light that what they wish the concept to be can’t actually be reified in any meaningful way, there is endless ad hoc substitutions, vague ersatz definition supplements, and sometimes accusations that, “oh! You are just philosophizing [and annoying me by revealing my definitive cognitive dissonance and egregious lack of clarity of thought]!”  Scientists, especially physicists, like to give water-tube toy definitions of matter, once they struggle after just a couple of seconds.  (You know, those rubber, gel-filled toys in which you squeeze one side, and the gel squirts to the other end.)  The water-tube toy “definition” is that matter is a different form of energy.  There is a bit of irony in that, as I’ll end with some closing remarks on the Logical Positivists/Logical Empiricists and W.v.O. Quine –the latter being a product of the former in ways.  The upshot from those remarks will be clear.

 

The big problem with materialism, aside from the fact that nobody seems to know what they mean by “matter,” is that there was a commonsense usage which did little to transform from ancient times.  The beginnings of the concept of matter in Greek philosophy begins with “hyle,” which can be swapped with “stuff,” or even as non-descript stuff (e.g., excrement, again, as used today in vulgar social contexts).  The non-descript and inert nature of this hyle is what defined it, entirely, as a phenomenal entity.  There was nothing metaphysical about, and it was present in givenness, plain and simple.  It seems to be that, as separation of materials (e.g., separation of clays from soil and ores, etc.) from one another came to conscious inquiry and foundationalist hierarchies of ontology came about, philosophers wanted to explore a newer concept, hypokeimenon.  It’s a bizarre, hard-to-explain shift in thinking that occurred: the Greeks wanted to know what gave rise to phenomena.  As you can read throughout Plato, especially in texts like the Theaetetus, Plato’s (and Socrates’) philosophy had at its heart the distinction of reality and appearance –hence, Bertrand Russell’s later title.  Obviously, the Greek philosophers became interested in the hyle under the hyle, and the underlying hyle was called the hypokeimenon: that’s the metaphysical stuff that underlies and gives rise to the stuff that is merely apparent, and not necessarily real in the fullest sense, known as hyle or matter.  The interest, from then on, was what gave rise to the appearance of matter.  On and off throughout history, philosophers had some rather forgetful bouts with the history of philosophy, wherein they proposed “matter” to be somehow fundamental, disregarding the plenitude of questions posed by philosophers before them.

 

Filling in the details of this history and the nature of philosophical inquiry might be a little blogging project I take up at some later point, but there are two major developments in the history of philosophy that are most relevant here.  The first is the coming of idealism, which was effectively the realization that the physical world is comprised of characteristics (e.g., extension, penetrability/impenetrability, etc.), rather than requiring a strange ancient folk-philosophical concept, namely, “matter,” which represented a time when metaphysics and ontology were naively compressed into a single, unconsidered existence, when the stuff of appearance was also what was underlying.  (As strange as that sounds, it will be relevant in a second, when the Logical Positivists come on the scene.)  Leibniz was perfectly capable of developing is theories of natural philosophy (now called “physics”), despite rejecting these strange ancient ideas about matter, and occupying an intellectual space of idealism.  Leibniz, being deeply metaphysical, discarded with the ancient folk-philosophical concept.  There was no need for it.  (And what the heck does anybody mean by “matter,” anyway?)  A great deal of the development of natural philosophy into later “hard science” was the pursuit for more metaphysical understanding of the stuff of givenness, such as in the work of Newton, Lemonosov, and Lavoisier; but no deeper metaphysical underlying cause of the world of appearance was understood.

 

At the turn of the twentieth century, a group of physicists, mathematicians, and a few philosophers, called the Vienna Circle, sounded the death knell of matter.  What was matter, anyways?  The Vienna Circle completely revamped the philosophy of science by putting everything into terms of phenomena and logical rules of behavior.  (An oversimplification, but fine for this discussion.)  Maybe no greater representative of the group of intellectuals was Rudolf Carnap, who sought at every turn to destroy and eliminate all traces of metaphysics from the sciences.  It often goes unnoticed, but all traces of any notion like matter was eliminated, save for the respect in which matter was meant to refer to a kind of phenomena.  Its existence was purely linguistic and referential to phenomena of types.  Were I an historian in 1930, I probably would have been writing about how the Vienna Circle had put an end to the vague antiquated folk-philosophical concept of matter.  Where is the need for it?  What conceptual work does the word do?  As I mentioned, nobody can really even say what they mean, especially when words from the ancient version, like “indefinite” and “inert,” are stripped away.  After the Vienna Circle, W.v.O. Quine would present a philosophy of science that was both influenced by the Vienna Circle, but one that also rejected it in a linguistic turn: his proposal was that science is a sort of network of linguistic statements that are revised, interconnected, and necessarily interdependent.  It’s for this reason that the definition of matter given by scientists today is ironic.

 

In large part, it is my opinion that the absurd philosophy and dogmatic views of Bertrand Russell have done a great deal to revive the folk-philosophical concept.  I’ll leave it as an exercise to the reader, especially those who have read Appearance and Reality, to consider why Bertrand was so worried about matter.  What could he socially and politically gain?  I’ll give you two hints: 1) in history, what positions did people historically hold who made authoritative statements about metaphysics? and 2) what was Russell’s annoyance with George Berkeley in Appearance and Reality?  Understand these things, and you understand a great many things about the twentieth and twenty-first centuries.

 

To close, for those interested in shifting the definition of matter to be mass-bearing objects of spatial extension, then you have a big problem, which is quite sophisticated.  The nature of the problem is that mass is not a definite idea, in itself.  Not only does the meaning of the term change between times and contexts, but there are also some procedural experimental difficulties in distinguishing mass from other concepts.  The work highlighting all of these issues is Max Jammer’s work, Concepts of Mass in Classical and Modern Physics, which contains a discussion of experimental and theoretical physics related to the notion of mass, the concept’s historical transformations, and a philosophical examination of the concept throughout history.

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Developing a New History of Philosophy

An immediate response to the title is: Do we need yet another history of philosophy?  Anyone vaguely familiar with their local library’s selections and new arrivals will have seen half a dozen such histories, ostensibly, at least.  For example, Anthony Kenny has recently put out a set of volumes, and there has even been the instantiation of a very ambitious attempt at a “History of Philosophy without Any Gaps” by Adamson.  Go beyond that, and there are more or less scholarly compilations by Bertrand Russell (much less), Frederick Copleston (more), and Will Durant (less).  Smaller chunks of history have been, in some respects, very competently done.  I stress the qualifier “in some respects,” a great example being A History of Christian Philosophy in the Middle Ages by Etienne Gilson, which beautifully ties together a number of the ideas with theirs sources (and the relation of the ideas) and philosophers to their intellectual forbearers and inspirations.  However, that work fails as a history qua history.  Continue reading

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Distinguishing between Types of Science: Unmixing Metaphysics and Pragmatic Science

I get questions regularly about the bizarre nature of contemporary physics.  I am sure practicing physicists with PhDs get these more regularly than I, yet I occupy an interesting and rare position in the academic disciplinary landscape: I’ve studied science, particularly physics, into the graduate level, and I am actively developing my expertise in the history and philosophy of science, particularly physics, as well as being a lifelong student of more traditional philosophy (e.g., analytic, contemporary, and Eastern).  The question most regularly asked of late has been: What are physicists talking about with all of this “non-verifiable” theory; it sounds like philosophy?  By this, they mean the fact that there is this apparent post-empirical turn, and the lack of requirement of empirical data to substantiate proposed theory.  I’d like to spend some length explaining my thoughts on this, including a suggestion to all practicing scientists, regardless of discipline.

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Between Feynman in Babylon and Metaphysics: What the Mathematical Process and the History of Science Can Tell Us Philosophically about the Education Process

Since I have spent the summer studying mathematics at Harvard University with Jameel Al-Aidroos (Ph.D Berkeley), expect that my next few posts, or at least some of them, will be on topics related to mathematics.  I want to take some time, in this blog post, to look at where mathematical thought fits into some of my understandings of I have gleaned from studying the history of science.  The upshot of the historical, philosophical, and mathematical content and musings will be pedagogical, just to give the reader some idea of where I am going.  An important thing to understand, before reading this post, is the distinction between pure and applied mathematics.  “Pure mathematics,” as opposed to “applied mathematics,” is, in its essence, math for its own sake, entirely apart from possible applications.  In many cases, pure mathematics initially has no known application.  Additionally, pure mathematics deals with abstract entities that have been detached from particular entities —and this will prove to be important to what I will say later.

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Teleology and Immaterial Substance after the Physico-Chemical Turn in the Life Sciences

I am posting a paper (click here) I have been playing with for a little while.  I generally don’t post anything that I might publish, but, with some added input and further vision in formulating it, I may be able to turn this into something worth publishing.  The essence of the paper is on vitalism and how teleology has not been stripped out of the original nascent formation (i.e., romantische Naturphilosophie) of the biological discipline.  The paper grew out of my reading of Timothy Lenoir’s The Strategy of Life: Teleology and Mechanics in nineteenth-Century German Biology. Continue reading

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Einstein at Leyden (1920): Making Sense of His Reversion to Ether

Einstein is often touted as the physicist to annihilate the idea of the ether.  This is peculiar, because it is as though the world stopped listening to his opinion on the matter prior to his reflections on general relativity (GR).  Einstein never got too excited about proclaiming that an ether, after the conception of GR, is necessary; but he did, nonetheless, make clear arguments, the details, philosophical and historical, I will try to fill in —if only even a few of them.  Continue reading

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Einstein, Poincaré, and Kant: Between Galison and Yourgrau

I find something deeply puzzling about Peter Galison’s Einstein’s Clocks, Poincaré’s Maps: Empires of Time.  In particular, this wonderful book develops the contextual settings in which the relativistic physics of Einstein’s and Poincaré’s physics were conceived, as well as the intellectual link that existed between them.  In brief, Galison makes clear the role that technology played in formulating the ideas of Einstein and Poincaré.  The hope of Europe was to establish a synchronized system of clocks, for economic reasons (e.g., train services without collisions due to timing issues), political reasons (e.g., von Moltke maintained that a strong relationship existed between German national unity and einheitzeit), and general technology concerns (e.g., inductance in wires can cause incredible and varying lag times in signal transmission, as a function of distance and current among other variables, in telegraphy).  Poincaré, having been educated at the École Polytechnique, possessed the “factory stamp” that their students possessed: even the mathematicians were essentially “mechanicians”. Einstein, educated at one of Europe’s leading technology universities and working in a patent office, machine patents abound, and Poincaré being thoroughly immersed in problems dealing with telegraphy (electrodynamics) and clock synchronization, Galison makes the claim that relativity theory is largely a product of the machine-minded science of the nineteenth century.   Continue reading

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“Nomos and Physis”: Duquesne University’s 7th Annual Graduate Conference in Philosophy

There was a very nice turnout at Duquesne University’s 7th Annual graduate conference in philosophy (themed “Nomos and Physis”).  A big thanks goes to the Duquesne Department of philosophy and Matt Lovett for running such a well-organized event.  The spread of papers presented was diverse array of subtopics: Phenomenology and Nature; Nature In Itself, Nature for Us; Nature in Ancient Philosophy; Contemporary Ontologies and Nature.  The general sentiment around the room seemed to be that the questions, discussion, and commentary was productive.  Probably the most fascinating element of the conference —I know not if it was by design or happenstance— was that the papers reflected holistic approaches to philosophical considerations pertaining to Nature.   Continue reading

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Autopoiesis and Kant’s Theory of Time

Kant had a pretty trippy and extremely fascinating view of time.  (The Hstorical Dictionary of Kant and Kantianism says “innovative,” which I gladly grant.)  For Kant, time is a “pure form of sensible intuition” (Critique of Pure Reason, N. K. Smith trans., 2003, pg. 75), and “[t]ime is nothing but the form of internal sense, that is, of the intuition of ourselves and of our inner senses.  It cannot be a determination of outer appearances; it has to do neither with shape nor position, but with the relation of representations in our inner state” (ibid. pg. 77).  Continue reading

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The Time Traveller’s Instantaneous Cube

I offer for consideration a very interesting dialogue from the opening of H.G. Wells’ The Time Machine (Pocket Books, 2004, page 5).  The protagonist begins:

“You know of course that a mathematical line, a line of thickness nil, has no real existence.  They taught you that?  Neither has a mathematical plane.  These things are mere abstractions.”

            “That’s all right,” said the Psychologist.

            “Nor having only length, breadth, and thickness, can a cube have a real existence.”

            “There I object,” said Filby.  “Of course a solid body may exist.  All real things —”

            “So most people think.  But wait a moment.  Can an instantaneous cube exist?”

            “Don’t follow,” said Filby.

            Can a cube that does not last for any time at all, have a real existence?”

            Filby became pensive.

            “Clearly,” the Time Traveller proceeded, “any real body must have extension in four directions, it must have Length, Breadth, Thickness, and —Duration.”

The dialogue points to what is, in my experience, a much overlooked idea: that there is an interesting constraint applied to time by the first three spatial dimensions.  When we look around, we don’t see triangles, we see things that look like triangles.  This is the sort of thinking that led Plato to the idea of universal forms and the allegory of the Cave.  The dialogue points out an interesting question: Supposing that one can obtain, say, a platonic solid, what if it exists only for an instant —that is, no duration at all?  I don’t see this question come up often in the more academic forums; maybe it does and I am just missing it.  Continue reading

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